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Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.1: Equations
Problem 65E
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Please help me with this and be as detailed as you can.
Area. A farmer has P feet of fencing, and wishes to construct three
adjacent rectangular corrals, each with length x and width y/3. The
*(;P – 2x).
area that can be enclosed is given by A = x
y
Transcribed Image Text:Area. A farmer has P feet of fencing, and wishes to construct three adjacent rectangular corrals, each with length x and width y/3. The *(;P – 2x). area that can be enclosed is given by A = x y
A brief description of the real world situation
including equation accompanied by an illustration
of the situation.
Find the realistic domain of your problem and say
why it is realistic in the real world environment.
A graph of the equation over its domain that is
appropriately and clearly SCALED and LABELED,
large enough to be easily read. This can be hand
made and pasted into the paper.
Find the maximum or minimum point of the
equation. Then clearly mark the ordered pair on
your graph. If your maximum or minimum is
realistic, explain its real world meaning in a
sentence or say why it is not.
Find the x-intercepts of your equation.
If these are real, then clearly mark each ordered
pair on your graph.
If your x-intercepts are realistic give an explanation
of its real world meaning in a sentence. Otherwise,
say why they are not.
Write the paper with appropriate spelling,
grammar, sentence structure, and flow.
Transcribed Image Text:A brief description of the real world situation including equation accompanied by an illustration of the situation. Find the realistic domain of your problem and say why it is realistic in the real world environment. A graph of the equation over its domain that is appropriately and clearly SCALED and LABELED, large enough to be easily read. This can be hand made and pasted into the paper. Find the maximum or minimum point of the equation. Then clearly mark the ordered pair on your graph. If your maximum or minimum is realistic, explain its real world meaning in a sentence or say why it is not. Find the x-intercepts of your equation. If these are real, then clearly mark each ordered pair on your graph. If your x-intercepts are realistic give an explanation of its real world meaning in a sentence. Otherwise, say why they are not. Write the paper with appropriate spelling, grammar, sentence structure, and flow.
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